摘要
利用整除定理严格论证了在参数满足特殊关系时Burgers＿KdV行波解方程才存在代数曲线解,并且仅在此参数关系下方程是Liouville可积的.
By division theorem of polynomial functions, we prove strictly that the travelling solution equation of Burgers_KdV equation has the algebraic curve solution if and only if parametres satisfy the special relation. Only in the case of Liouville integrable is this equation.
出处
《北方交通大学学报》
CSCD
北大核心
2003年第3期38-42,共5页
Journal of Northern Jiaotong University
